📄 imssdqsib.m
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% Three-phase induction motor
% Steady-state conditions
% SI units
% Machine parameters :
% Rating: 3-hp, 4-pole, 60-Hz, 220-V, Y-connected
Ras=eval(get(hRas,'String'));
Rbs=eval(get(hRbs,'String'));
Xal=eval(get(hXal,'String'));
Xbl=eval(get(hXbl,'String'));
Rr=eval(get(hRr,'String'));
Xrl=eval(get(hXrl,'String'));
Xm=eval(get(hXm,'String'));
Vas=eval(get(hVas,'String'));
Vbs=eval(get(hVbs,'String'));
fs=eval(get(hfs,'String'));
freq0=eval(get(hfreq,'String'));
p=eval(get(hp,'String'));
j=sqrt(-1);
Xas=Xal+Xm ; Xbs=Xbl+Xm ; Xr=Xrl+Xm ;
wsync=4*pi*freq0/p;
wmm=[0:0.02:1]; % adjust speed range on this line
for m=1:size(wmm,2) % # of steps
n=wmm(m); % pu speed
% Z matrix ----------------------------------------------------------------------
Z(1,1)=Ras+j*fs*Xas; Z(1,2)=0 ; Z(1,3)=j*fs*Xm ; Z(1,4)=0 ;
Z(2,1)= 0 ; Z(2,2)=Rbs+j*fs*Xbs; Z(2,3)=0 ; Z(2,4)=j*fs*Xm ;
Z(3,1)=j*fs*Xm ; Z(3,2)=n*Xm ; Z(3,3)=Rr+j*fs*Xr; Z(3,4)=n*Xr ;
Z(4,1)=-n*Xm ; Z(4,2)=j*fs*Xm ; Z(4,3)=-n*Xr ; Z(4,4)=Rr+j*fs*Xr;
% -------------------------------------------------------------------------------
V=[Vas Vbs 0 0].';
I=Z\V;
Ias(m)=abs(I(1)); Ibs(m)=abs(I(2));
spd(m)=n*wsync*30/pi; % speed [rpm]
Te(m)=1.5*Xm/wsync*real(I(2)*conj(I(3))-I(1)*conj(I(4))); % T_average
Tp(m)=1.5*Xm/wsync*abs(I(2)*I(3)-I(1)*I(4)); % T_pulsating
end
% Plots
figure('Position',[510 400 490 290],'Name','Torque-Speed curve',...
'NumberTitle','off');
plot(spd,Te,'-r'),xlabel('SPEED [rpm]'),ylabel('AVERAGE TORQUE [N.m]'),grid;
figure('Position',[510 34 490 290],'Name','Torque-Speed curves',...
'NumberTitle','off');
plot(spd,Tp,'-b'),xlabel('SPEED [rpm]'),ylabel('PULSATING TORQUE [N.m]'),grid
figure('Position',[13 265 490 420],'Name','Current-speed curve',...
'NumberTitle','off');
subplot(211),plot(spd,Ias,'-r'),xlabel('SPEED [rpm]'),ylabel('Ias [A]'),grid
subplot(212),plot(spd,Ibs),xlabel('SPEED [rpm]'),ylabel('Ibs [A]'),grid
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